Hi all,
I am currently reading "The Shift of the Ages" by David Wilcock, a remarkable alternative view to science. One of the things he mentions is the so-called Cathie-Grid, about which I have read before, but it didn't seem anything serious at the time. However, there might be some truth in it, after all.
Supposedly, there should be some kind of electro-magnetic grid-energy field around the earth, consisting of exactly 720 horizontal grid lines as well as 720 vertical grid lines, or something like that.
If this were true, where would that energy come from? Could it come from the earth's core? Could it be that the earth's core emits EM energy, or perhaps longitudinal electric (or magnetic) scalar waves?
So, let's do some calculations. If we have 720 grid lines, or node(-line)s, which make up some kind of grid, most likely consisting of standing waves, we would have 720 half wave lengths around the earth, or 360 full wave lengths.
That would mean that from the source at the centre of the earth, we would have 360 / (2*pi) wavelengths along the radius of the earth, which is on average 6371 km. Interestingly, the definition of the meter is derived from the radius at 48.5 degrees lattitude. At that lattitued, the radius of the earth equals 20000/pi (http://en.wikipedia.org/wiki/Earth_radius), which can conveniently be used to calculate the wavelength that would be have to be used to create this Cathie-grid, as (20000/pi)/(360/2*pi) = 20000/180 = 111,11 km.
With the speed of light being 300.000 km/sec, we can calculate the frequency the earth's core would then be resonating at, as 300000*180/20000 = 2700 Hz, or 2,7 kHz.
Is anyone aware of any indication that the earth's core might indeed emit some kind of waves at or around this frequency?
If this actually turns out to be correct, this might be an important source for explaining excess energy, perhaps even up to the MHz range, like the systems of Konstantin Meyl.
Interestingly, if you look at multiples of 2.7 kHz, we can find the frequencies Meyl is working with, approx 4.7 and 7 MHz to be pretty close to multiples of 144 times 2.7 kHz, namely at 12*144*2.7 = 4,6656 MHz and at 18*144*2.7 = 6,9984 MHz. Another one of those might be at 27*144*2.7 = 10,4976 MHz, pretty close to approx. 10,6 MHz I have seen mentioned by some scalar wave experimenters on this forum.
I know, these last calculations look like some arbitrary number hocus-pocus, but they appear to have something to do with the so-called platonic solids, 3D geometric structures that might turn out to be very important in understanding 3D harmonic structures, such as atoms, etc.
So, what do you guys think?
I am currently reading "The Shift of the Ages" by David Wilcock, a remarkable alternative view to science. One of the things he mentions is the so-called Cathie-Grid, about which I have read before, but it didn't seem anything serious at the time. However, there might be some truth in it, after all.
Supposedly, there should be some kind of electro-magnetic grid-energy field around the earth, consisting of exactly 720 horizontal grid lines as well as 720 vertical grid lines, or something like that.
If this were true, where would that energy come from? Could it come from the earth's core? Could it be that the earth's core emits EM energy, or perhaps longitudinal electric (or magnetic) scalar waves?
So, let's do some calculations. If we have 720 grid lines, or node(-line)s, which make up some kind of grid, most likely consisting of standing waves, we would have 720 half wave lengths around the earth, or 360 full wave lengths.
That would mean that from the source at the centre of the earth, we would have 360 / (2*pi) wavelengths along the radius of the earth, which is on average 6371 km. Interestingly, the definition of the meter is derived from the radius at 48.5 degrees lattitude. At that lattitued, the radius of the earth equals 20000/pi (http://en.wikipedia.org/wiki/Earth_radius), which can conveniently be used to calculate the wavelength that would be have to be used to create this Cathie-grid, as (20000/pi)/(360/2*pi) = 20000/180 = 111,11 km.
With the speed of light being 300.000 km/sec, we can calculate the frequency the earth's core would then be resonating at, as 300000*180/20000 = 2700 Hz, or 2,7 kHz.
Is anyone aware of any indication that the earth's core might indeed emit some kind of waves at or around this frequency?
If this actually turns out to be correct, this might be an important source for explaining excess energy, perhaps even up to the MHz range, like the systems of Konstantin Meyl.
Interestingly, if you look at multiples of 2.7 kHz, we can find the frequencies Meyl is working with, approx 4.7 and 7 MHz to be pretty close to multiples of 144 times 2.7 kHz, namely at 12*144*2.7 = 4,6656 MHz and at 18*144*2.7 = 6,9984 MHz. Another one of those might be at 27*144*2.7 = 10,4976 MHz, pretty close to approx. 10,6 MHz I have seen mentioned by some scalar wave experimenters on this forum.
I know, these last calculations look like some arbitrary number hocus-pocus, but they appear to have something to do with the so-called platonic solids, 3D geometric structures that might turn out to be very important in understanding 3D harmonic structures, such as atoms, etc.
So, what do you guys think?
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